A numerical analytic method for solving boundary-value problems of linear anisotropic viscoelasticity

Author: Kaminsky A.   Chernoivan Yu.  

Publisher: Springer Publishing Company

ISSN: 1063-7095

Source: International Applied Mechanics, Vol.46, Iss.5, 2010-11, pp. : 509-515

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Abstract

The paper proposes an approach to solving boundary-value problems for linear viscoelastic orthotropic bodies based on the method of operator continued fractions and the boundary-element method. A problem-solving algorithm and a procedure to estimate the possible error are outlined. The solution for a viscoelastic orthotropic plate with a rigid circular inclusion under uniaxial tension is obtained as an example and compared with available ones